oranges are bought at 6 for rs 20 and sold at 4 for rs 18 . Find the gain or loss per cent
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Answered by
44
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Here is the solution:
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Find the cost of 1 orange:
6 oranges = Rs 20
1 orange = 20 ÷ 6 = Rs 10/3
Find the selling price of 1 orange:
4 oranges = Rs 18
1 orange = 18/4 = Rs 9/2
Find the profit / loss:
Since 9/2 > 10/3 ⇒ It is a profit
Profit = Selling Price - Cost Price
Profit = 9/2 - 10/3 = Rs 7/6
Find the profit percentage:
Profit percentage = (profit ÷ cost price) x 100
Profit percentage = ( 7/6 ÷ 10/3 ) x 100 = 35%
Answer: There is a 35% gain.
Answered by
24
here is your answer OK
^_^^_^^_^^_^see this answer OK
cost Price of 6 oranges = Rs. 10
So, Cost Price of 1 orange = Rs. 10/6
Now, Selling Price of 4 oranges = Rs. 9
So, Selling Price of 1 orange = Rs. 9/4
Here, we see Selling Price is greater than Cost Price.
So, Gain = S.P. - C.P.
= 9/4 - 10/6
= 7/12
Therefore, Gain% = ( Gain / C.P. ) * 100
= (7/12) / (10/6) * 100
= 35%
^_^^_^^_^^_^see this answer OK
cost Price of 6 oranges = Rs. 10
So, Cost Price of 1 orange = Rs. 10/6
Now, Selling Price of 4 oranges = Rs. 9
So, Selling Price of 1 orange = Rs. 9/4
Here, we see Selling Price is greater than Cost Price.
So, Gain = S.P. - C.P.
= 9/4 - 10/6
= 7/12
Therefore, Gain% = ( Gain / C.P. ) * 100
= (7/12) / (10/6) * 100
= 35%
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